I'm not sure what this means: Is this administration much harder on immigrants than the media have told us; or, are there just a lot more criminals during the Obama years to investigate than we thought? Criminal prosecutions of immigrants are down 15% from 2013, but up 85% from 2006
“Immigration remains the major focus of all federal criminal enforcement efforts. The latest available data show that criminal prosecutions for illegal entry, illegal re-entry, and similar immigration violations made up 52 percent of all federal prosecutions in FY 2016. During the 12 months ending September 30, immigration prosecutions totaled 69,636. This number compares with just 63,405 prosecutions for all other federal crimes — including drugs, weapons, fraud, and violations of the thousands of other criminal provisions that the federal government is responsible for enforcing. Customs and Border Protection (CBP) within the Department of Homeland Security was the lead investigative agency for 86.9 percent of these prosecutions."
http://trac.syr.edu/tracreports/crim/446/
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VkehQWPf3QnE47pjMDzMn1zc72Jmd5VVSG9vUXTUxWD4+UvW9Mycj0SEn9O96ysuCe3kJylhfdaTbnz7Hxyo7OnNw839Q0N9o/J2d59fQWTkzCdQJgiQNO8Ovy5k2CpeVF5nF0utHXX/yfd/s7Ex5hvaiU8vL8/vM+f2dgIgHAkgGcAAAAAAAAChWcAAAAAAAAGuAEAAAAAABQqOAEAAAAAADQACcAAAAAAIBCBScAAAAAAIDGP5wAAAAAAIBfnP++BwAAAAAA/Aj8f3kJR5qrs6kzAAAAAElFTkSuQmCC)
“Immigration remains the major focus of all federal criminal enforcement efforts. The latest available data show that criminal prosecutions for illegal entry, illegal re-entry, and similar immigration violations made up 52 percent of all federal prosecutions in FY 2016. During the 12 months ending September 30, immigration prosecutions totaled 69,636. This number compares with just 63,405 prosecutions for all other federal crimes — including drugs, weapons, fraud, and violations of the thousands of other criminal provisions that the federal government is responsible for enforcing. Customs and Border Protection (CBP) within the Department of Homeland Security was the lead investigative agency for 86.9 percent of these prosecutions."
http://trac.syr.edu/tracreports/crim/446/
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